Search Results - "Cedó, F."

Constructing finite simple solutions of the Yang-Baxter equation by Cedó, F., Okniński, J.

“…We study involutive non-degenerate set-theoretic solutions (X,r) of the Yang-Baxter equation on a finite set X. The emphasis is on the case where (X,r) is…”
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Indecomposable solutions of the Yang–Baxter equation of square-free cardinality by Cedó, F., Okniński, J.

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On various types of nilpotency of the structure monoid and group of a set-theoretic solution of the Yang–Baxter equation by Cedó, F., Jespers, E., Kubat, Ł., Van Antwerpen, A., Verwimp, C.

“…Given a finite bijective non-degenerate set-theoretic solution (X,r) of the Yang–Baxter equation we characterize when its structure monoid M(X,r) is Malcev…”
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New simple solutions of the Yang-Baxter equation and solutions associated to simple left braces by Cedó, F., Okniński, J.

“…Involutive non-degenerate set theoretic solutions of the Yang-Baxter equation are considered, with a focus on finite solutions. A rich class of indecomposable…”
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Every finite abelian group is a subgroup of the additive group of a finite simple left brace by Cedó, F., Jespers, E., Okniński, J.

“…Left braces, introduced by Rump, have turned out to provide an important tool in the study of set-theoretic solutions of the quantum Yang–Baxter equation. In…”
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A characterization of finite multipermutation solutions of the Yang–Baxter equation by Bachiller Pérez, David, Cedó Giné, Ferran, Vendramin, L.

“…We prove that a finite non-degenerate involutive set-theoretic solution (X, r) of the Yang–Baxter equation is a multipermutation solution if and only if its…”
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Iterated matched products of finite braces and simplicity; new solutions of the Yang-Baxter equation by D. Bachiller, F. Cedó, E. Jespers, J. Okniński

“…Braces were introduced by Rump as a promising tool in the study of the set-theoretic solutions of the Yang-Baxter equation. It has been recently proved that,…”
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Corrigendum to “Constructing finite simple solutions of the Yang-Baxter equation” [Adv. Math. 391 (2021) 107968] by Cedó, F., Okniński, J.

“…The example constructed in Theorem 4.12 in “Constructing finite simple solutions of the Yang-Baxter equation” is not correct. We provide another construction…”
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Faithful linear representations of bands by Cedó i Giné, Ferran, Okniński, J.

“…A band is a semigroup consisting of idempotents. It is proved that for any field K and any band S with finitely many components, the semigroup algebra K [S]…”
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An asynchronous and iterative load balancing algorithm for discrete load model by Cortés, A., Ripoll, A., Cedó, F., Senar, M.A., Luque, E.

“…Diffusion algorithms are some of the most popular algorithms for dynamic load balancing in which loads move from heavily loaded processors to lightly loaded…”
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NILPOTENT GROUPS OF CLASS THREE AND BRACES by Cedó, Ferran, Jespers, Eric, Okniński, Jan

“…New constructions of braces on finite nilpotent groups are given and hence this leads to new solutions of the Yang–Baxter equation. In particular, it follows…”
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Ultrasound-guided axillary brachial plexus block: learning curve and results by Morros, C, Pérez-Cuenca, M D, Sala-Blanch, X, Cedó, F

“…The use of ultrasound in regional anesthesia requires the acquisition of new knowledge and skills not only by anesthesiologists in training but also by…”
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The Convergence of Realistic Distributed Load-Balancing Algorithms by Cedo, F., Cortes, A., Ripoll, A., Senar, M.A., Luque, E.

“…We give a general model of partially asynchronous, distributed load-balancing algorithms for the discrete load model in parallel computers, where the processor…”
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Contribution of ultrasound guidance to the performance of the axillary brachial plexus block with multiple nerve stimulation by Morros, C, Pérez-Cuenca, M D, Sala-Blanch, X, Cedó, F

“…To evaluate whether ultrasound imaging of vascular nerve structures improves anesthetic block quality and decreases the incidence of vascular puncture in the…”
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A characterization of finite multipermutation solutions of the Yang-Baxter equation by Bachiller, D, Cedó, F, Vendramin, L

“…Publ. Mat. 62 (2018), no. 2, 641-649 We prove that a finite non-degenerate involutive set-theoretic solution (X,r) of the Yang-Baxter equation is a…”
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On various types of nilpotency of the structure monoid and group of a set-theoretic solution of the Yang--Baxter equation by Cedó, F, Jespers, E, Kubat, Ł, Van Antwerpen, A, Verwimp, C

“…Given a finite bijective non-degenerate set-theoretic solution $(X,r)$ of the Yang--Baxter equation we characterize when its structure monoid $M(X,r)$ is…”
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SOME EXAMPLES OF BANDS WITH TWO COMPONENTS by Cedó, Ferran, Rodríguez-Jorge, Elena

“…A band is a semigroup whose elements are idempotents. The paper is motivated by some open problems concerning linear representations of bands. A counterexample…”
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Iterated matched products of finite braces and simplicity; new solutions of the Yang-Baxter equation by Bachiller, D, Cedó, F, Jespers, E, Okninski, J

“…Braces were introduced by Rump as a promising tool in the study of the set-theoretic solutions of the Yang-Baxter equation. It has been recently proved that,…”
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On the stability of a distributed dynamic load balancing algorithm by Cortes, A., Ripoll, A., Senar, M.A., Cedo, F., Luque, E.

“…We present a new fully distributed dynamic load balancing algorithm called DASUD (Diffusion Algorithm Searching Unbalanced Domains). Since DASUD is iterative…”
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Primitive set-theoretic solutions of the Yang-Baxter equation by Cedo, F, Jespers, E, Okninski, J

“…To every involutive non-degenerate set-theoretic solution $(X,r)$ of the Yang-Baxter equation on a finite set $X$ there is a naturally associated finite…”
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